Figure a roll of toilet paper weighs 100 grams. It has a diameter of about 9 cm, and a height of about 11 cm. Rough cross sectional area calculations put it at ~63 cm^2. Say it has a drag coefficient of .5. This is very generous, the aerodynamics of something with a tail of tissue paper, constantly tumbling, would be much lower probably. Bullets, smooth and shaped for aerodynamic flight, are .3, and humans about 1.0. Let’s assume it’s about one and a half times as dense as air at sea level, so about 2.25 kg/M^3. This is the biggest guess, out of these calcs, but it’s not very dense stuff. Those jumbo packs which aren’t much smaller than a meter cubed can be picked up by small children without much difficulty.
Now we calculate terminal velocity and come up with ~1.7 m/s. 1.7 m/s is nothing, it’s a power walking speed. There is virtually no chance this low-density object falling at that speed will result in injury to anyone.
Enjoy,
Steven